A) 216
B) 114
C) 218
D) None of these
Correct Answer: C
Solution :
Required number of ways \[{{=}^{8}}{{C}_{1}}{{+}^{8}}{{C}_{2}}{{+}^{8}}{{C}_{3}}{{+}^{8}}{{C}_{4}}{{+}^{8}}{{C}_{5}}\]\[=8+28+56+70+56=218\] {Since voter may vote to one, two, three, four or all candidates}.You need to login to perform this action.
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